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学术报告:Refined boundary expansions of minimal surfaces in the hyperbolic space

发布时间:2015年02月05日 浏览次数: 文章作者:02-06 发布者:高春玲

报 告 人:韩青教授 University of Notre Dame

 

报告题目:Refined boundary expansions of minimal surfaces in the hyperbolic space

 

报告时间:201526日上午1000

 

报告地点:海韵实验楼108 

 

学院联系人:邱春晖教授

 

报告内容简介:

The minimal surface equation in the hyperbolic space is given by a quasilinear elliptic equation, which is non-uniformly elliptic and becomes singular on the boundary. In this talk, we discuss a recent result of the optimal boundary expansions of minimal surfaces in the context of the finite regularity.

 

 

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